Question

Find the excluded value of 5/(x-10)


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Answer 1

Step-by-step explanation:

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Answer 2

Answer:

10

Step-by-step explanation:

Concept= Excluded Value

Given= Expression

To Find= Excluded value of expression

Explanation=

Excluded value is defined as the value of variable which makes the equation undefined which is it its lowest form.

To find the excluded value of any rational expression we need to follow some steps-

Step 1= First of all factorize the given expression which means factorize the numerator and denominator

Step 2= Cancel out the common factors if occurring

Step 3= Put the denominator which is in its lowest form equal to 0

So according to the given expression 5/(x-10) we follow the steps to find excluded value.

5/(x-10) is already in its lowest form and factorized.

So now we put the denominator of 5/(x-10) equal to 0.

(x-10)=0

x=10.

Therefore the value 10 is the excluded value.

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